Search engine for discovering works of Art, research articles, and books related to Art and Culture
ShareThis
Javascript must be enabled to continue!

Calculation of capillary blood flow in a hypomagnetic field

View through CrossRef
A hypothesis is proposed according to which the cause of primary magnetoreception, i.e. the organ reacting to the hypomagnetic field, is blood plasma - a colloidal solution with a thermodynamically equilibrium concentration of bulk nanobubbles. The gas content of the liquid is proportional to the magnetic field induction. When calculating the capillary blood flow velocity in the range of magnetic field induction B from 1 μT (hypomagnetic) to 50 μT (earth), it is shown that with a decrease in B in the blood plasma, the volume fraction of air nanobubbles decreases, reducing the total volume fraction of the dispersed phase (erythrocytes + nanobubbles) of the blood. The effective viscosity of the blood decreases, according to the Einstein equation. According to the Poiseuille equation, the capillary blood flow velocity increases. Additional acceleration is also created by an increase in the pressure drop in the capillary due to a decrease in the volume of nanobubbles in the blood. As a result, an estimate of the increase in capillary blood flow velocity in a hypomagnetic field of 17.5% was obtained, close to the experiment.
Title: Calculation of capillary blood flow in a hypomagnetic field
Description:
A hypothesis is proposed according to which the cause of primary magnetoreception, i.
e.
the organ reacting to the hypomagnetic field, is blood plasma - a colloidal solution with a thermodynamically equilibrium concentration of bulk nanobubbles.
The gas content of the liquid is proportional to the magnetic field induction.
When calculating the capillary blood flow velocity in the range of magnetic field induction B from 1 μT (hypomagnetic) to 50 μT (earth), it is shown that with a decrease in B in the blood plasma, the volume fraction of air nanobubbles decreases, reducing the total volume fraction of the dispersed phase (erythrocytes + nanobubbles) of the blood.
The effective viscosity of the blood decreases, according to the Einstein equation.
According to the Poiseuille equation, the capillary blood flow velocity increases.
Additional acceleration is also created by an increase in the pressure drop in the capillary due to a decrease in the volume of nanobubbles in the blood.
As a result, an estimate of the increase in capillary blood flow velocity in a hypomagnetic field of 17.
5% was obtained, close to the experiment.

Related Results

[RETRACTED] Guardian Blood Balance –Feel the difference Guardian Blood Balance makes! v1
[RETRACTED] Guardian Blood Balance –Feel the difference Guardian Blood Balance makes! v1
[RETRACTED]Guardian Blood Balance Reviews (Works Or Hoax) Does Guardian Botanicals Blood Balance AU Really Works? Read Updated Report! Diabetes and Hypertension is such a health p...
Radical pairs may explain reactive oxygen species-mediated effects of hypomagnetic field on neurogenesis
Radical pairs may explain reactive oxygen species-mediated effects of hypomagnetic field on neurogenesis
Abstract Exposures to a hypomagnetic field can affect biological processes. Recently, it has been observed that hypomagnetic field exposure can adversely affect adu...
The capillary fascicle in skeletal muscle: Structural and functional physiology of RBC distribution in capillary networks
The capillary fascicle in skeletal muscle: Structural and functional physiology of RBC distribution in capillary networks
Key points The capillary module, consisting of parallel capillaries from arteriole to venule, is classically considered as the building block of complex capillary networks. In skel...
Determinants of Cerebrovascular Reserve in Patients with Significant Carotid Stenosis
Determinants of Cerebrovascular Reserve in Patients with Significant Carotid Stenosis
Abstract Introduction In patients with 70% to 99% diameter carotid artery stenosis cerebral blood flow reserve may be protectiv...
Capillary Pressure During Immiscible Displacement
Capillary Pressure During Immiscible Displacement
Abstract Experiments performed on immiscible displacement of heptanes and mineral oil by water in capillary tubing showed that capillary pressure during drainage ...
A New Displacement Capillary Pressure Model
A New Displacement Capillary Pressure Model
Abstract A capillary pressure function for porous media (commonly known as the J-function) was postulated by Leverett and has been widely used for correlation pur...

Back to Top